What can your remember about triangles?

Slides:

Advertisements

Similar presentations

LO To practice our methods of division. 11- Nov-14 Write a comment or make a statement about this prompt.

Advertisements

Similar shapes L.O. Calculate unknown sides in similar triangles.

Starter: Multiplication grid x

LO To Write and Solve EquationsRAG Key Words; Unknown, Solve25-Jan-16 Think – Pair – Share Can you find the value of n? How did you do it? n

Trigonometry Section 4.3 Right Triangle Trigonometry.

Surface Area of a Pyramid

Using SOHCAHTOA Trigonometry. In each of the following diagrams use SIN to find the angle x correct to 1 decimal place x x x

Learning and remembering.

Using the COSINE Rule.

Science Week two.

Week 7 Lesson 1 Food Chains

Warm Up: Revision of Pythagoras and Trigonometry

WEEK 1 – LESSON 3 SEQUENCES nth TERM

Starter Jane is 40. Chris is 10. Chris is ¼ of Jane’s age.

All pupils can use radian measure in a variety of situations

عناصر المثلثات المتشابهة Parts of Similar Triangles

Hyp Opp Adj c a b c 2 = a 2 + b 2 b 2 = c 2 - a 2 a 2 = c 2 - b 2 xo

STARTER TASK EXTENSION

a b c a2 = b2 + c2 Remember the rule. Coordinates and Pythagoras

Congruence L.O. All pupils can find congruent figures

Always remember to add the constant for this type of question

The environmental issues in ICT

Transforming Trigonometric Graphs

WEEK 1 – LESSON 5 SEQUENCES in DIAGRAMS SQUARES & TRIANGLES

Bell Work: Find your new seat

All pupils can substitute into functions written in function notation

Impact of ICT on Society

L.O. To be able to solve problems involving time.

Circles Isosceles triangles in a circle Angles in a semi-circle

Differentiation L.O. All pupils are aware of differentials of common functions All pupils can solve basic differentiation questions Some pupils can solve.

WEEK 1 – LESSON 2 SEQUENCES

Unit 5: Triangles 4-1 Congruent Figures.

Simultaneous Equations

all pupils can find the area of a triangle using trigonometry

Substitution L.O. All pupils can complete simple substitutions

Roots of Quadratics L.O. All pupils understand what roots of quadratics are graphically and algebraically All pupils are confident with finding the roots.

See A3 sheet given out in Unit 1 For more solving techniques

Quotient Rule L.O. All pupils can solve basic differentiation questions All pupils can solve some problems requiring the Quotient Rule.

All pupils can read off the base trigonometric graphs

STARTER TASK EXTENSION

Pythagoras' Theorem.

Trigonometry Practice Questions

All pupils know what polynomials are

Product Rule L.O. All pupils can solve basic differentiation questions

Equivalent Expressions

All pupils can use circle theorems to solve a variety of questions

Algebra Introduction - BIDMAS

Algebra - Brackets L.O. All pupils understand the importance of brackets Most pupils can use brackets in situations with algebra.

Trigonometric Functions

Trigonometry 2 L.O. All pupils can find missing sides on right angled triangles All pupils can find missing angles in right angled triangles.

Algebra – Brackets 2 L.O. All pupils can expand linear expressions

More Linear Equations L.O.

Pythagoras L.O. All pupils can find the area of a triangle

The Quadratic Formula L.O.

Rates of Change L.O. All pupils can recall information on real life graphs to both draw and visualise them All pupils can apply their knowledge of on a.

8-6 Using the Law of Sines Objectives:

Indices Practice L.O. All pupils are confident with their homework

Quadratics L.O. All pupils can recall information about quadratic functions All pupils can answer a variety of questions about quadratic functions.

Factor Trees and Surds L.O.

Function Notation L.O. All pupils can understand function notation

Gradients L.O. All pupils can find the gradient of linear graphs

Other ways of Describing Sequences

All pupils can recall and work with a variety of functions

All pupils can confidently work with unknowns

Trigonometry Ratios in Right Triangles

8-5 Using the Law of Sines Objectives:

The Quadratic Formula and Factorising

Presentation transcript:

What can your remember about triangles? L.O. What can your remember about triangles?

What can your remember about triangles? Starter: What can your remember about triangles?

Starter: Pythagoras Example SOHCAHTOA Example

What can your remember about triangles? L.O. What can your remember about triangles?

Activity worksheets in pairs Main: Activity worksheets in pairs

What can your remember about triangles? L.O. What can your remember about triangles?

Plenary: Results discussion

What can your remember about triangles? L.O. What can your remember about triangles?